Joint non-orthogonal joint diagonalization based on LU decomposition and Jacobi scheme

Release Time:2019-03-11  Hits:

Indexed by: Conference Paper

Date of Publication: 2013-07-06

Included Journals: Scopus、EI

Page Number: 25-29

Abstract: We present an algorithm for jointly solving multiple nonorthogonal joint diagonalization (JNJD) problems with linked loading matrices, by using LU decomposition and Jacobi scheme in the updating procedure. The proposed method could be used in applications that involve a set of correlated linear instantaneous blind source separation (BSS) problems (e.g. frequency domain convolutive BSS), and differs from existing joint diagonalization based algorithms in that it incorporates the correlations among the multiple JD sets within the JNJD scenario. Simulations are provided to examine the performance of the proposed algorithm. ? 2013 IEEE.

Prev One:JOINT CANONICAL POLYADIC DECOMPOSITION OF TWO TENSORS WITH ONE SHARED LOADING MATRIX

Next One:Multi-subject fMRI data analysis: Shift-invariant tensor factorization vs. group independent component analysis